{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Infrared Triplet"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "from optiland import materials, optic"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "class InfraredTriplet(optic.Optic):\n",
    "    \"\"\"Infrared Air-Spaced Triplet\n",
    "\n",
    "    Milton Laikin, Lens Design, 4th ed., CRC Press, 2007, p. 54\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "\n",
    "        germanium = materials.IdealMaterial(n=4.002)\n",
    "\n",
    "        # https://www.spectral-systems.com/technical-data-sheet/znse-zinc-selenide\n",
    "        ZnSe = materials.IdealMaterial(n=2.4028)\n",
    "\n",
    "        self.add_surface(index=0, radius=np.inf, thickness=np.inf)\n",
    "        self.add_surface(\n",
    "            index=1,\n",
    "            radius=10.4578,\n",
    "            thickness=0.5901,\n",
    "            material=germanium,\n",
    "            is_stop=True,\n",
    "        )\n",
    "        self.add_surface(index=2, radius=14.1079, thickness=4.3909)\n",
    "        self.add_surface(index=3, radius=-15.8842, thickness=0.59, material=ZnSe)\n",
    "        self.add_surface(index=4, radius=-18.2105, thickness=5.6218)\n",
    "        self.add_surface(index=5, radius=2.5319, thickness=0.3918, material=germanium)\n",
    "        self.add_surface(index=6, radius=2.4308, thickness=1.3065)\n",
    "        self.add_surface(index=7)\n",
    "\n",
    "        self.set_aperture(aperture_type=\"imageFNO\", value=2)\n",
    "\n",
    "        self.set_field_type(field_type=\"angle\")\n",
    "        self.add_field(y=0)\n",
    "        self.add_field(y=2.8)\n",
    "        self.add_field(y=4)\n",
    "\n",
    "        self.add_wavelength(value=10.6, is_primary=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lens = InfraredTriplet()\n",
    "lens.draw()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
